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%TCIDATA{Created=Thu Jun 03 18:10:53 2004}
%TCIDATA{LastRevised=Mon Aug 04 22:59:47 2008}
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\newtheorem{theorem}{Theorem}
\newtheorem{acknowledgement}[theorem]{Acknowledgement}
\newtheorem{algorithm}[theorem]{Algorithm}
\newtheorem{axiom}[theorem]{Axiom}
\newtheorem{case}[theorem]{Case}
\newtheorem{claim}[theorem]{Claim}
\newtheorem{conclusion}[theorem]{Conclusion}
\newtheorem{condition}[theorem]{Condition}
\newtheorem{conjecture}[theorem]{Conjecture}
\newtheorem{corollary}[theorem]{Corollary}
\newtheorem{criterion}[theorem]{Criterion}
\newtheorem{definition}[theorem]{Definition}
\newtheorem{example}[theorem]{Example}
\newtheorem{exercise}[theorem]{Exercise}
\newtheorem{lemma}[theorem]{Lemma}
\newtheorem{notation}[theorem]{Notation}
\newtheorem{problem}[theorem]{Problem}
\newtheorem{proposition}[theorem]{Proposition}
\newtheorem{remark}[theorem]{Remark}
\newtheorem{solution}[theorem]{Solution}
\newtheorem{summary}[theorem]{Summary}
\newenvironment{proof}[1][Proof]{\textbf{#1.} }{\ \rule{0.5em}{0.5em}}

\begin{document}
El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%ymax "5";  xviewmin "-5.001";  xviewmax "5.001";  yviewmin "-5.001";
%yviewmax "5.001";  plottype 12;
%axesFont "Times New Roman,12,0000000000,useDefault,normal";
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
%function \TEXUX{$\dfrac{\left( x-2\right) ^{2}}{4}+\dfrac{\left( y+1\right) ^{2}}{9}=1$};
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%BeginExpansion
\begin{center}
\fbox{\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
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{K2CV85EL.wmf}%
}
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%EndExpansion
es:\newline \qquad a) $\dfrac{\left(  x-2\right)  ^{2}}{4}+\dfrac{\left(
y+1\right)  ^{2}}{9}=1\qquad\qquad\qquad\qquad$b) $\dfrac{\left(  x+2\right)
^{2}}{4}+\dfrac{\left(  y+1\right)  ^{2}}{9}=1$\newline \qquad c)
$\dfrac{\left(  x-2\right)  ^{2}}{9}+\dfrac{\left(  y+1\right)  ^{2}}%
{4}=1\qquad\qquad\qquad\qquad$d) $\dfrac{\left(  x-2\right)  ^{2}}{9}%
+\dfrac{\left(  y-1\right)  ^{2}}{4}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
%TCIMACRO{\FRAME{dtbpF}{2.0574in}{1.5056in}{0pt}{}{}{Plot}%
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%viewset "XY";  plottype 12;
%axesFont "Times New Roman,12,0000000000,useDefault,normal";
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
%function \TEXUX{$\frac{\left( x-5\right) ^{2}}{4}+\frac{\left( y+2\right) ^{2}}{9}=1$};
%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV85H3.xvz';  valid_file "T";
%tempfilename 'K2CV85EM.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
width=2.0574in
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{K2CV85EM.wmf}%
\end{center}
%EndExpansion
es:\newline \qquad a) $\dfrac{\left(  x-5\right)  ^{2}}{4}+\dfrac{\left(
y+2\right)  ^{2}}{9}=1\qquad\qquad\qquad\qquad$b) $\dfrac{\left(  x+2\right)
^{2}}{4}+\dfrac{\left(  y-5\right)  ^{2}}{9}=1$\newline \qquad c)
$\dfrac{\left(  x+5\right)  ^{2}}{9}+\dfrac{\left(  y-2\right)  ^{2}}%
{4}=1\qquad\qquad\qquad\qquad$d) $\dfrac{\left(  x-2\right)  ^{2}}{9}%
+\dfrac{\left(  y-5\right)  ^{2}}{4}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
%TCIMACRO{\FRAME{dtbpF}{2.0574in}{1.5056in}{0pt}{}{}{Plot}%
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%viewset "XY";  rangeset "XY";  plottype 12;
%axesFont "Times New Roman,12,0000000000,useDefault,normal";
%num-x-gridlines 24;  num-y-gridlines 24;  plotstyle "patch";
%axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};  yis \TEXUX{y};
%var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
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\begin{center}
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natwidth=2.057400in,
height=1.5056in,
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{K2CV85EN.wmf}%
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%EndExpansion
es:\newline \qquad a) $\left(  x-5\right)  ^{2}+\left(  y+2\right)
^{2}=1\qquad\qquad\qquad\qquad$b) $\left(  x+2\right)  ^{2}+\left(
y-5\right)  ^{2}=1$\newline \qquad c) $\left(  x+5\right)  ^{2}+\left(
y-2\right)  ^{2}=1\qquad\qquad\qquad\qquad$d) $\left(  x-2\right)
^{2}+\left(  y-5\right)  ^{2}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica%
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%theta 45;  plottype 12;  plotticks 1;  num-x-ticks 5;  num-y-ticks 5;
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  xis \TEXUX{x};  yis \TEXUX{y};
%var1name \TEXUX{$x$};  var2name \TEXUX{$y$};  valid_file "T";
%tempfilename 'K2CV85EO.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
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{K2CV85EO.wmf}%
\end{center}
%EndExpansion
es:\newline \qquad a) $\left(  x+1\right)  ^{2}+\dfrac{\left(  y-2\right)
^{2}}{2}=1\qquad\qquad\qquad\qquad$b) $\dfrac{\left(  x+1\right)  ^{2}}%
{2}+\left(  y-2\right)  ^{2}=1$\newline \qquad c) $\dfrac{\left(  x+1\right)
^{2}}{4}+\dfrac{\left(  y-2\right)  ^{2}}{2}=1\qquad\qquad\qquad\qquad$d)
$\left(  x+2\right)  ^{2}+\dfrac{\left(  y-1\right)  ^{2}}{2}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
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%valid_file "T";  tempfilename 'K2CV85EP.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
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{K2CV85EP.wmf}%
\end{center}
%EndExpansion
es:\newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{2}+\left(  y-2\right)
^{2}=1\qquad\qquad\qquad\qquad$b) $\left(  x+1\right)  ^{2}+\dfrac{\left(
y-2\right)  ^{2}}{2}=1$\newline \qquad c) $\left(  x+1\right)  ^{2}+\left(
y-2\right)  ^{2}=1\qquad\qquad\qquad\qquad$d) $\dfrac{\left(  x+1\right)
^{2}}{2}+\dfrac{\left(  y-2\right)  ^{2}}{6}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%yviewmin "-0.002000800048";  yviewmax "4.002000320048";  viewset "XY";
%plottype 12;  axesFont "Times New Roman,12,0000000000,useDefault,normal";
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
%function \TEXUX{$\dfrac{\left( x+1\right) ^{2}}{2}+\frac{\left( y-2\right) ^{2}}{3}=1$};
%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
%lineAttributes "Solid";  var1range "-3,1";  var2range "0,4";
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%valid_file "T";  tempfilename 'K2CV85EQ.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
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{K2CV85EQ.wmf}%
\end{center}
%EndExpansion
es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{2}+\dfrac{\left(
y-2\right)  ^{2}}{3}=1$\qquad b) $\dfrac{\left(  x+1\right)  ^{2}}{2}+\left(
y-2\right)  ^{2}=1\qquad$\newline \qquad c) $\left(  x+1\right)  ^{2}+\left(
y-2\right)  ^{2}=1$\qquad d) $\left(  x-1\right)  ^{2}+\dfrac{\left(
y-2\right)  ^{2}}{3}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
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%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
%lineAttributes "Solid";  var1range "-3,1";  var2range "0,4";
%num-x-gridlines 24;  num-y-gridlines 24;
%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86HD.xvz';  valid_file "T";
%tempfilename 'K2CV85ER.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
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{K2CV85ER.wmf}%
\end{center}
%EndExpansion
es: \newline \qquad a) $\left(  x+1\right)  ^{2}+\dfrac{\left(  y-2\right)
^{2}}{4}=1$\qquad b) $\left(  x+1\right)  ^{2}+\dfrac{\left(  y-2\right)
^{2}}{4}=1$\newline \qquad c) $\left(  x+1\right)  ^{2}+\left(  y-2\right)
^{2}=1$\qquad d) $\dfrac{\left(  x+1\right)  ^{2}}{2}+\dfrac{\left(
y-2\right)  ^{2}}{4}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
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%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86HC.xvz';  valid_file "T";
%tempfilename 'K2CV85ES.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
width=2.0574in
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{K2CV85ES.wmf}%
\end{center}
%EndExpansion
es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{4}+\dfrac{\left(
y-2\right)  ^{2}}{2}=1$\qquad b) $\dfrac{\left(  x+1\right)  ^{2}}{2}%
+\dfrac{\left(  y+2\right)  ^{2}}{4}=1\qquad$\newline \qquad c) $\dfrac
{\left(  x+1\right)  ^{2}}{4}+\dfrac{\left(  y+2\right)  ^{2}}{2}=1$\qquad d)
$\dfrac{\left(  x+1\right)  ^{2}}{2}+\dfrac{\left(  y-2\right)  ^{2}}{4}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
%TCIMACRO{\FRAME{dtbpF}{2.0574in}{1.5056in}{0pt}{}{}{Plot}%
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%yviewmin "-0.00080008";  yviewmax "4.00080008";  viewset "XY";  plottype 12;
%axesFont "Times New Roman,12,0000000000,useDefault,normal";
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
%function \TEXUX{$\dfrac{\left( x+1\right) ^{2}}{3}+\dfrac{\left( y-2\right) ^{2}}{2}=1$};
%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
%lineAttributes "Solid";  var1range "-3,1";  var2range "0,4";
%num-x-gridlines 24;  num-y-gridlines 24;
%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86HB.xvz';  valid_file "T";
%tempfilename 'K2CV85ET.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
width=2.0574in
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{K2CV85ET.wmf}%
\end{center}
%EndExpansion
es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{3}+\dfrac{\left(
y-2\right)  ^{2}}{2}=1$\qquad b) $\dfrac{\left(  x+1\right)  ^{2}}{3}%
+\dfrac{\left(  y+2\right)  ^{2}}{2}=1\qquad$\newline \qquad c) $\dfrac
{\left(  x+1\right)  ^{2}}{2}+\dfrac{\left(  y+2\right)  ^{2}}{3}=1$\qquad d)
$\dfrac{\left(  x+1\right)  ^{2}}{2}+\dfrac{\left(  y-2\right)  ^{2}}{3}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%yviewmin "-0.001200240008";  yviewmax "4.001200160008";  viewset "XY";
%plottype 12;  axesFont "Times New Roman,12,0000000000,useDefault,normal";
%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
%plotstyle "patch";  axesstyle "normal";  axestips FALSE;  xis \TEXUX{x};
%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
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%linecolor "black";  linestyle 1;  pointstyle "point";  linethickness 1;
%lineAttributes "Solid";  var1range "-3,1";  var2range "0,4";
%num-x-gridlines 24;  num-y-gridlines 24;
%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86HA.xvz';  valid_file "T";
%tempfilename 'K2CV85EU.wmf';tempfile-properties "PR";}}}%
%BeginExpansion
\begin{center}
\includegraphics[
natheight=1.505600in,
natwidth=2.057400in,
height=1.5056in,
width=2.0574in
]%
{K2CV85EU.wmf}%
\end{center}
%EndExpansion
es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{2}+\left(
y-1\right)  ^{2}=1$\qquad b) $\dfrac{\left(  x-1\right)  ^{2}}{2}+\left(
y+1\right)  ^{2}=1\qquad$\newline \qquad c) $\left(  x+1\right)  ^{2}+\left(
y-1\right)  ^{2}=1$\qquad d) $\left(  x-1\right)  ^{2}+\dfrac{\left(
y+2\right)  ^{2}}{2}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{2}-\left(
y-2\right)  ^{2}=1\qquad$b) $\left(  x+1\right)  ^{2}-\dfrac{\left(
y-2\right)  ^{2}}{2}=1\qquad$\newline \qquad c) $\dfrac{\left(  x-1\right)
^{2}}{2}-\left(  y+2\right)  ^{2}=1$\qquad d) $\dfrac{\left(  x-1\right)
^{2}}{2}+\left(  y+2\right)  ^{2}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86H8.xvz';  valid_file "T";
%tempfilename 'K2CV85EW.wmf';tempfile-properties "PR";}}}%
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es: \newline \qquad a) $\left(  x+1\right)  ^{2}-\dfrac{\left(  y-1\right)
^{2}}{2}=1\qquad$b) $\left(  x-1\right)  ^{2}+\dfrac{\left(  y+1\right)  ^{2}%
}{2}=1\qquad$\newline \qquad c) $\left(  x+1\right)  ^{2}+\dfrac{\left(
y-1\right)  ^{2}}{2}=1$\qquad d) $\dfrac{\left(  x+1\right)  ^{2}}{2}-\left(
y-1\right)  ^{2}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
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%lineAttributes "Solid";  var1range "-3,1";  var2range "0,4";
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86H7.xvz';  valid_file "T";
%tempfilename 'K2CV85EX.wmf';tempfile-properties "PR";}}}%
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es: \newline \qquad a) $\left(  x+2\right)  ^{2}+\dfrac{\left(  y-2\right)
^{2}}{3}=1\qquad$b) $\dfrac{\left(  x-2\right)  ^{2}}{3}+\left(  y+2\right)
^{2}=1\qquad$\newline \qquad c) $\dfrac{\left(  x+2\right)  ^{2}}{3}+\left(
y-2\right)  ^{2}=1$\qquad d) $\left(  x-2\right)  ^{2}+\dfrac{\left(
y+2\right)  ^{2}}{3}=1$

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%yis \TEXUX{y};  var1name \TEXUX{$x$};  var2name \TEXUX{$y$};
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%curveColor "[flat::RGB:0000000000]";  curveStyle "Line";  rangeset "XY";
%VCamFile 'K2CV86H6.xvz';  valid_file "T";
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es: \newline \qquad a) $\left(  x+2\right)  ^{2}+\dfrac{\left(  y-2\right)
^{2}}{2}=1\qquad$b) $\dfrac{\left(  x+2\right)  ^{2}}{2}+\left(  y-2\right)
^{2}=1$\newline \qquad c) $\dfrac{\left(  x-2\right)  ^{2}}{2}+\left(
y+2\right)  ^{2}=1$\qquad d) $\left(  x-2\right)  ^{2}+\dfrac{\left(
y+2\right)  ^{2}}{2}=1$\newline 

El inciso en el que aparece la ecuaci\'{o}n que corresponde a la gr\'{a}fica:%
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%constrained TRUE;  num-x-gridlines 24;  num-y-gridlines 24;
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%VCamFile 'K2CV86H5.xvz';  valid_file "T";
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es: \newline \qquad a) $\dfrac{\left(  x+1\right)  ^{2}}{3}+\dfrac{\left(
y-2\right)  ^{2}}{4}=1\qquad$b) $\dfrac{\left(  x-1\right)  ^{2}}{3}%
+\dfrac{\left(  y+2\right)  ^{2}}{4}=1\qquad$\newline \qquad c) $\dfrac
{\left(  x+1\right)  ^{2}}{4}+\dfrac{\left(  y-2\right)  ^{2}}{3}=1$\qquad d)
$\dfrac{\left(  x-1\right)  ^{2}}{4}+\dfrac{\left(  y+2\right)  ^{2}}{3}=1$
\end{document}